PHYSICS 103: Lecture 9 Circular Motion Gravity Agenda for Today:
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Transcript of Agenda for today
New Solids:CYLINDERS, PYRAMIDS,CONES, SPHERES
Challenge Questions
Projects and exam area next week!
Sites: 1, 2, 3, mathsnacks.orgVideos (Bubbles is #2): 1, 2
Agenda for today
Have 2 identicalfaces (bases)
The two bases are circles
The two bases lie in parallel planes
Solids: Cylinders
Do not have lateral faces; instead there is one, big rectangle wrapped around connecting the bases
SIXTHPROBLEMSET (from last time)
Solids: Cylinders (cont'd)
Label a cylinder’s height and radius
Find the surface area of a prism
Find the volume of a prism
SEVENTH PROBLEM SET
Cylinders TASKS
Have a polygon for a base
Have triangles that join the base to the apex
Have some tricky terminology…
Pyramids (continued)
Height (also known as altitude) is the perpendicular distance between base and apex
Pyramids (continued)
Slant height is the distance between the apex and the center of the base’s edge
Here is the surface area formula:
P is perimeter of the baseS is slant heightBA is area of the base
Pyramids (continued)
Correctly label a pyramid’s apex, base, height, and slant height
Find the surface area of a square pyramid
Find the volume of a square pyramid
SECOND PROBLEM SET
Pyramids TASKS
“In projective geometry, a cylinder is simply a cone whose apex is at infinity, which corresponds visually to a cylinder in perspective appearing to be a cone towards the sky.”
Correctly label a cone’s apex, base, height, and slant height
Find the surface area of a right cone
Find the volume of a cone
THIRD PROBLEM SET
Cones TASKS
Here is the surface area formula:
(This formula wierds me out: why is it so simple?)
Spheres (continued)
Find the surface area of a sphere
Find the volume of a sphere
Work with combinations
FIFTH PROBLEM SET
Spheres TASKS
Why do elephants have big ears?
Seven Bridges of Konigsberg Link
Predict the Mobius strip’s split Link
Challenge Questions